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Banerjee Sandip
Sandip Banerjee Associate Professor sandofma[at]iitr.ac.in (01332)285697
Areas of Interest
  • Mathematical Biology, Mathematical Modeling of (i) Tumor-Immune interaction; (ii) Hepatitis C virus; (iii) Predator prey
Professional Background
FromToDesignationOrganisation
19972000LecturerChittaranjan College, University of Calcutta
20002005Senior LecturerSt. Xavier's College, University of Calcutta
20052007Postdoctoral Research FellowMetapopulation Research Group, University of Hensinki, Finland
20072008Assistant ProfessorBirla Institute of Technology and Science (BITS), Pilani
20082012Assistant ProfessorIndian Institute of Technology (IIT), Roorkee
2012On GoingAssociate ProfessorIndian Institute of Technology (IIT), Roorkee
Honors and Awards
AwardInstituteYear
Indo-US FellowshipIndo-US Science & Technology Forum2009
Educational Details
DegreeSubjectUniversityYear
B.ScMathematics (Honours)St. Xavier's College, University of Calcutta1991
M.ScApplied MathematicsUniversity of Calcutta1993
Ph.DMathematical BiologyUniversity of Calcutta2001
Participation in seminars
NamePlaceSponsored ByDate
International Seminar on Mathematical BiologyIIT KanpurIIT KanpurFebruary 2
Workshop on Mathematical BiologyBiomathematics Research Group, Department of Mathematics, University of Helsinki, FinlandAcademy of FinlandNovember 1
Mathematical Modeling in MedicineDepartment of Applied Mathematics, University of Leeds, UK-December 1
Spatial EcologyMBI, Ohio State University, USAMathematical Biosciences InstituteMarch 13-1
SIAM Conference on the Life SciencesNorth Carolina State University, RaleighSIAMJuly 31 -
CM06 Workshop III: Angiogenesis, NeoVascularization and MorphogenesisInstitute for Pure and Applied Mathematics (IPAM) , University of California, Los AngelesIPAMMay 8 - 12
International Biomedical Modeling School and WorkshopNational Center for Biological Sciences, BangaloreCentre for Applicable Mathematics, TIFR, BangaloreFebruary 2
Memberships
  • SIAM, Member
  • Society of Mathematical Biology, Member
  • Indian Statistical Institute, Kolkata, Life Member
Invitations
TopicOrganistaionCategoryYear
Non-Linear bifurcation analysis of reaction-diffusion Activator-Inhibitor SystemBiomathematical Research Group, University of Turku, FinlandT2002
Effect of space and stochasticity on plant competition modelDepartment of Applied Mathematics, University of LeedsT2006
Tumor-immune interactions and control of malignant tumor growth - a study based on time delay effectDepartment of Mathematics, University of Dundee, Scotland, UKT2006
Immunotherapy with Interleukin-2, a study based on Mathematical ModelingFaculty of Veterinary Medicine, University of Glasgow, Scotland, UKT2006
Spatial EcologyDepartment of Civil Engineering, University of Glasgow, Scotland, UKT2006
Cancer self remission and tumor stability – a stochastic approachTata Institute of Fundamental Research (TIFR), Bangalore, IndiaT2006
Delay-induced model for tumor–immune interaction and control of malignant tumor growthDepartment of Mathematics, IIT KanpurT2007
Delay-induced model for tumor–immune interaction and control of malignant tumor growthDepartment of Mathematics, IIT Guwahati, Guwahati, IndiaI2008
Participation in short term courses
Couse NameSponsored ByDate
Advances in BiophysicsCCMB, HyderabadMay 25 -Ju
Books Authored
Topics in Mathematics I: Numerical methods, Linear Programming, Probability and Statistics
By: Sandip Banerjee
Published by: Books and Allied Private Ltd, India. Page No: - (Vol -) year: 2005
Refereed Journal Papers
Stochastic model of Symmetric Lotka-Volterra Competition System: Non-equilibrium Fluctuation and Stability
By: Sandip Banerjee and C. G. Chakrabarti
Published in: Bulletin of Calcutta Mathematical Society Vol: 88 (Pg 235-244) Date: 1996
Non-Linear Bifurcation Analysis of Reaction-Diffusion Activator-Inhibitor System
By: Sandip Banerjee and C. G. Chakrabarti
Published in: Journal of Biological Physics Vol: 25 (Pg 23-33) Date: 1999
A Stochastic Model of a Diffusive Prey-Predator System: Fluctuation and Stability
By: Sandip Banerjee
Published in: Journal of Natural and Physical Sciences Vol: 14 (Pg 37-48) Date: 2000
Shift of Bifurcation Point due to Noise Induced Parameter
By: Sandip Banerjee, Rakhi Bhattacharya and C. G. Chakrabarti
Published in: International Journal of Mathematics and Mathematical Sciences Vol: 23(6) (Pg 435-439) Date: 2000
Stochastic Dynamic Modeling of Damped Lotka-Volterra System
By: Sandip Banerjee and C. G. Chakrabarti
Published in: System Analysis Modeling and Simulation Vol: 30 (Pg 1-10) Date: 1998
Cancer self remission and tumor stability – a stochastic approach
By: Ramrup Sarkar and Sandip Banerjee
Published in: Mathematical Biosciences Vol: 196 (Pg 65-81) Date: 2005
A stage structured prey-predator model with discrete time delay
By: M. Bandyopadhyay and Sandip Banerjee
Published in: Applied Mathematics and Computation Vol: 182(2) (Pg 1385-1398) Date: 2006
Time lags can control algal blooms in two harmful phytoplankton-zooplankton system
By: Ramrup Sarkar, R. Bhattacharyya, B. Mukhopadhyay and Sandip Banerjee
Published in: Applied Mathematics and Computation Vol: 186 (Pg 445-459) Date: 2007
Delay induced model for tumor-immune interaction and control of malignant tumor growth
By: Sandip Banerjee and Ram Rup Sarkar
Published in: Biosystems Vol: 91(1) (Pg 268-288) Date: 2008
Modeling the interaction between avascular cancerous cells and acquired immune response
By: B. Dubey, Uma S. Dubey and Sandip Banerjee
Published in: Journal of Biological Systems Vol: xx (Pg -) Date: Accepted
Immunotherapy with Interleukin-2, a study based on Mathematical Modelling
By: Sandip Banerjee
Published in: International Journal of Applied Mathematics and Computer Science Vol: xx (Pg -) Date: Accepted
Stability and Bifurcation in a Diffusive Prey-predator System: Non-linear Bifurcation Analysis
By: R. Bhattacharya, M. Bandyopadhyay and Sandip Banerjee
Published in: Journal of Applied Mathematics and Computing Vol: 10 (Pg 17-26) Date: 2002